Multiple Choice Question 140 Skysong Company is considering buying equipment for
ID: 2431723 • Letter: M
Question
Multiple Choice Question 140
Skysong Company is considering buying equipment for $300000 with a useful life of 5 years and an estimated salvage value of $16000. If annual expected income is $28000, the denominator in computing the annual rate of return is
Multiple Choice Question 101
Blue Spruce Inc. is comparing several alternative capital budgeting projects as shown below:
Using the profitability index, how many of the projects are acceptable?
Multiple Choice Question 81
Cullumber, Inc. is considering the purchase of a new machine for $450000 that has an estimated useful life of 5 years and no salvage value. The machine will generate net annual cash flows of $78750. It is believed that the new machine will reduce downtime because of its reliability. Assume the discount rate is 8%. In order to make the project acceptable, the increase in cash flows per year resulting from reduced downtime must be at least
$150000.Explanation / Answer
1.
Annual rate of return = Average annual profit/Average investment
= Average annual profit/ [(Purchase price + salvage value)/2]
= $ 28,000/ [($ 300,000 + $ 16,000)/2]
= $ 28,000/ [($ 316,000)/2]
= $ 28,000/$ 158,000 = 0.17721519 or 17.72 %
The denominator in computing annual rate of return is $ 158,000.
Hence option “$ 158,000” is correct answer.
2.
Profitability index = Present value of future cash flow/Initial investment
For Project A, Profitability index = $ 112,000/$ 102,000 = 1.1
For Project B, Profitability index = $ 132,000/$ 142,000 = 0.93
For Project C, Profitability index = $ 222,000/$ 182,000 = 1.22
Project A and C is acceptable as PI >1. Two projects are acceptable.
Hence option first “2” is correct answer.
3.
NPV = C x PVIFA (i, n) – Initial investment
= $ 78,750 x PVIFA (8 %, 5) – $ 450,000
= $ 78,750 x 3.993 - $ 450,000
= $ 314,448.75 - $ 450,000
= - $ 135,551.25
For acceptance of project, NPV should not be negative.
Minimum increase in cash flow in order to be the project acceptable is:
$ 135,551.25/3.993 = $ 33,947.22 or $ 33,947 per year
Hence option “$ 33,947” is correct answer
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